| Product Number | P911-A-37 |
| Synonyms | N-(tert-Butoxycarbonyl)piperazine |
| Purity | 98 % |
| CAS | 57260-71-6 |
| MDL Number | MFCD00075265 |
| Molecular Formula | C9H18N2O2 |
| Molecular Weight | 186.255 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: P911-A-37
CAS: 57260-71-6
Molecule Weight: 186.255
Formula: C9H18N2O2
PN: 4H56-1-0HF
CAS: 37038-26-9
Molecule Weight: 172.228
Formula: C8H16N2O2
PN: 4H56-1-FS
CAS: 53788-49-1
Molecule Weight: 200.282
Formula: C10H20N2O2
PN: 4H48-1-N7
CAS: 192130-34-0
Molecule Weight: 229.324
Formula: C11H23N3O2
PN: 4H56-1-02
CAS: 120-43-4
Molecule Weight: 158.201
Formula: C7H14N2O2
![tert-Butyl N-[2-(piperazin-1-yl)ethyl]carbamate](data:image/png;base64,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)
PN: 4H56-1-EY
CAS: 140447-78-5
Molecule Weight: 229.324
Formula: C11H23N3O2
PN: 4156-1-0Z
CAS: 112257-19-9
Molecule Weight: 188.271
Formula: C9H20N2O2
PN: 4H56-9-4Y
CAS: 655225-01-7
Molecule Weight: 293.205
Formula: C11H21BrN2O2
Melting Point: 43-48 ℃
Boiling Point: 98-100 ℃
Flash Point: 113 ℃
TSCA: Not listed on TSCA inventory
HTN: 2933.59.9500
EINECS: 611-489-0